1991
DOI: 10.1080/13642819108225975
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N-body interatomic potentials for hexagonal close-packed metals

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Cited by 151 publications
(90 citation statements)
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“…Second, the (typically few) remaining sites are tested for (and pruned by) symmetrical equivalence. There exists one symmetrically distinct tetrahedral interstitial site in diamond-like materials (Decoster et al, 2008), bcc (Seletskaia et al, 2005), fcc (Rosato et al, 1989), as well as hcp (Igarashi et al, 1991), where the latter three prototype structures also have each one symmetrically distinct octahedral site. Furthermore, 2 tetrahedral sites are (geometrically) possible in zinc blende-like materials, each one with different (host) atom coordination.…”
Section: Interstitial Findingmentioning
confidence: 99%
“…Second, the (typically few) remaining sites are tested for (and pruned by) symmetrical equivalence. There exists one symmetrically distinct tetrahedral interstitial site in diamond-like materials (Decoster et al, 2008), bcc (Seletskaia et al, 2005), fcc (Rosato et al, 1989), as well as hcp (Igarashi et al, 1991), where the latter three prototype structures also have each one symmetrically distinct octahedral site. Furthermore, 2 tetrahedral sites are (geometrically) possible in zinc blende-like materials, each one with different (host) atom coordination.…”
Section: Interstitial Findingmentioning
confidence: 99%
“…Assuming a normal diffusion behavior, we consider that the discrepancy between experiments and calculations can be a consequence of the E f ν value fitted by the potential, as previously discussed in Pasianot and Monti 7 . In α-Hf, and following a common practice 10,19 , the interatomic potential has been fitted to an unrelaxed vacancy formation energy taken as a third of the cohesive energy. That value, 2.15 eV, is in reasonable agreement with the one obtained from ab initio calculations, 2.37 eV 18 , and with the experimental result, 2.45 ± 0.2 eV 20 .…”
Section: Resultsmentioning
confidence: 99%
“…For fcc Al, we also used the functions given by Voter and Chen, 6 transformed them to the effective pair approach and kept the electron density to 0.34 Å Ϫ3 as stated in their work. Embedded atom method interatomic potentials for hexagonal metals have been discussed by Oh and Johnson,7 Igarashi, Khantha, and Vítek, 8 and more recently by Pasianot and Savino. 9 The latter authors showed that there are two restrictive relations among the elastic constants for the method to be applicable using realistic embedding functions ͑FЉ positive͒.…”
Section: Interatomic Potentials For the Pure Components And Intermentioning
confidence: 99%